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Host: Griffith University
Sponsor: Griffith University
Homepage: http://www.gallup.unm.edu/~smarandache/geometries.htm, http://clubs.yahoo.com/clubs/smarandachegeometries
Email: mikeantholy@yahoo.ca
Organizers: Dr. Jack Allen, Mike Antholy
Deadline for abstracts: April 30, 2003
Description:
An axiom is said smarandachely denied if in the same space the axiom
behaves differently (i.e., validated and invalided, or only
invalidated, but in at least two distinct ways).
A SMARANDACHE GEOMETRY is a geometry which has at least
one smarandachely denied axiom (1969).
Thus, as a particular case, Euclidean, Lobachevsky-Bolyai-Gauss, and
Riemannian geometries may be united altogether, in the same space, by
some Smarandache geometries. These last geometries can be partially
Euclidean and partially Non-Euclidean.
It seems that Smarandache Geometries are connected with the Theory
of Relativity (because they include the Riemannian geometry in a
subspace) and with the Parallel Universes.
Papers are welcome and will be published in a collected papers book.
See a club about these geometries at
http://clubs.yahoo.com/clubs/smarandachegeometries .
Speakers: Mike Antholy (Canada), Howard Iseri (USA), Mihaly Bencze (Romania).
Mail Address:
Dr. Jack Allen Office 2.36 Education Building Griffith University Gold Coast Campus Australia
Submitted by: Mike Antholy
Date received: September 14, 2001, revised February 02, 2004
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